Calculating Coulumbs
1.1
Define the coulomb as the amount of electrical charge that 1 ampere transports in a second. This may be expressed as 1 C = 1 A x 1 s and makes the coulomb equal to approximately 6.24 x 10^18 electrons.
2.2
Examine an equivalent definition of the coulomb as the charge stored by a one farad capacitance with an electrical potential of one volt. This can be shown mathematically as 1C = 1F x 1V.
3.3
Use the definition of coulomb to calculate coulombs from current and time. We then have C = As where C is the charge in coulombs, A is the current in amperes and s is the time in seconds.
4.4
Express Coulomb's law. This is given as F = kq1q2/r^2 where F is the force exerted on charges q1 and q2, k is Coulomb's constant (8.987 x 10^9 newton square meters/coulombs squared) and r is the distance separating q1 and q2.
5.5
Solve for coulombs using Coulomb's law in Step 4 with q1 and q2 equal. We have F = kq1q2/r^2 => F/k = q^2/r^2 => q^2 = r^2 (F/k) => q = r (F/k)^(1/2).
Read more: How to Calculate Coulombs | eHow.com
How to Calculate Coulombs | eHow.com